About: Jean-Luc Guermond

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An Entity of Type : foaf:Person, within Data Space : data.idref.fr associated with source document(s)

Attributes	Values
type	Person
sameAs	Guermond, Jean-Luc (19..-....) Guermond, Jean-Luc (19..-....) Guermond, Jean-Luc (19..-....) Guermond, Jean-Luc (19..-....) Guermond, Jean-Luc (19..-....)
Life Event	http://www.idref.fr/06060994X/birth
preferred label	Guermond, Jean-Luc (19..-....)
name	Jean-Luc Guermond
dbpedia-owl:citizenship	http://sws.geonames.org/3017382/
Language	http://lexvo.org/id/iso639-3/fra
isni:identifierValid	0000000115736887
Given name	Jean-Luc
familyName	Guermond
has biographical i...tion (Deprecated)	Chercheur au Laboratoire d'informatique pour la mécanique et les sciences de l'ingénieur du CNRS d' Orsay Professeur de mathématiques à l'Université A&M du Texas en 2022
gender	male
ORCID iD	0000-0002-6974-6818
Scopus ID	7003329194
is sameAs of	Guermond, Jean-Luc (19..-....)
is Thesis advisor of	Approche spectrale / éléments finis pour des problèmes de magnétohydrodynamique non-linéaires http://www.sudoc.fr/053764935/id http://www.sudoc.fr/066790697/id http://www.sudoc.fr/089424379/id http://www.sudoc.fr/147994365/id http://www.sudoc.fr/166992380/id http://www.sudoc.fr/24651034X/id http://www.sudoc.fr/245671641/id http://www.sudoc.fr/246827319/id Technique explicite d'exponentiation sur calculateurs parallèles http://www.sudoc.fr/043609821/id http://www.sudoc.fr/247942782/id SIMULATION DES ECOULEMENTS EXTERNES VISQUEUX INCOMPRESSIBLES PAR UNE METHODE DE COUPLAGE, METHODE DES DIFFERENCES FINIES/METHODE PARTICULAIRE METHODE DE PROJECTION POUR LA SIMULATION DES GRANDES STRUCTURES TURBULENTES SUR CALCULATEURS PARALLELES
is Contributor of	Start-up flows in a three-dimensional rectangular driven cavity of aspect ratio 1:1:2 at Re = 1000
is Praeses of	http://www.sudoc.fr/269648933/id http://www.sudoc.fr/248290096/id
is Author of	http://www.sudoc.fr/15190622X/id http://www.sudoc.fr/194647293/id Theory and practice of finite elements http://www.sudoc.fr/15190782X/id http://www.sudoc.fr/080219195/id http://www.sudoc.fr/060609486/id An interior penalty Galerkin method for the MHD equations in heterogeneous domains Performance benchmarks for a next generation numerical dynamo model http://www.sudoc.fr/256165068/id Generation of axisymmetric modes in cylindrical kinematic mean-field dynamos of VKS type Impact of Magnets on Ferrofluid Cooling Process: Experimental and Numerical Approaches On the Modeling of the Magnetic Body Force for Thermomagnetic Convection Numerical Study of Cooling by Ferrofluids in an Electrical Transformer Using an Axisymmetric Model https://zbmath.org/1276005#id Influence of high-permeability discs in an axisymmetric model of the Cadarache dynamo experiment Dynamo action in finite cylinders Finite Elements I: Approximation and Interpolation Numerical dynamo action in cylindrical containers http://www.sudoc.fr/254719708/id Impact of Impellers on the Axisymmetric Magnetic Mode in the VKS2 Dynamo Experiment Study of Magnetoconvection Impact on a Coil Cooling by Ferrofluid with a Spectral/Finite-Element Method Mean-field model of the von Karman sodium dynamo experiment using soft iron impellers https://hal.archives-ouvertes.fr/hal-02365490#id Finite Elements III, First-Order and Time-Dependent PDEs Finite Elements II, Galerkin Approximation, Elliptic and Mixed PDEs Weighting the edge stabilization Well-Balanced Second-Order Approximation of the Shallow Water Equation with Continuous Finite Elements http://www.sudoc.fr/255289898/id Quasi-optimal nonconforming approximation of elliptic PDES with contrasted coefficients and $H^{1+r}$, $r>0$, regularity http://www.numdam.org/articles/10.1051/m2an:2002024#id https://zbmath.org/27170#id https://zbmath.org/809403#id http://www.sudoc.fr/253859107/id Nonlinear magnetohydrodynamics in axisymmetric heterogeneous domains using a Fourier/finite element technique and an interior penalty method Two spinning ways for precession dynamo Nonlinear dynamo in a short Taylor--Couette setup Discontinuous Galerkin Methods for Anisotropic Semidefinite Diffusion with Advection Invariant-domain-preserving high-order time stepping: I. Explicit Runge-Kutta schemes Local decay rates of best-approximation errors using vector-valued finite elements for fields with low regularity and integrable curl or divergence Analysis of the edge finite element approximation of the Maxwell equations with low regularity solutions http://www.sudoc.fr/256161321/id Momentum-based approximation of incompressible multiphase fluid flows Influence of thermomagnetic convection and ferrofluid thermophysical properties on heat transfers in a cylindrical container heated by a solenoid Effects of discontinuous magnetic permeability on magnetodynamic problems Turbulence dans une géométrie réaliste avec des parois mobiles : quand les simulations rencontrent les expériences Remarks on the stability of the Navier-Stokes equations supplemented with stress boundary conditions An Interior Penalty Method with C 0 Finite Elements for the Approximation of the Maxwell Equations in Heterogeneous Media: Convergence Analysis with Minimal Regularity http://www.sudoc.fr/25616441X/id Nonlinear dynamo action in a precessing cylindrical container http://hub.abes.fr/springer/periodical/211/1994/volume_67/issue_4/B8C99C6A9F0C1ED0E053120B220A008E/w Numerical Study of Cooling by Ferrofluids in an Electrical Transformer using an Axisymmetric Model A spherical shell numerical dynamo benchmark with pseudo-vacuum magnetic boundary conditions Numerical dynamo action in cylindrical containers A converse to Fortin's Lemma in Banach spaces http://www.sudoc.fr/273306367/id Direct numerical simulation of the axial dipolar dynamo in the Von Kármán Sodium experiment Full sphere hydrodynamic and dynamo benchmarks Finite element quasi-interpolation and best approximation Mollification in strongly Lipschitz domains with application to continuous and discrete de rham complexes http://www.numdam.org/item/M2AN_2000__34_1_183_0#id https://zbmath.org/35638#id https://zbmath.org/6645498#id Abstract nonconforming error estimates and application to boundary penalty methods for diffusion equations and time-harmonic Maxwell's equations

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